王得先
天津音乐学院附中 天津 300171
摘要
本文结合作者的学习、教学经历,探讨槌法意识在小军鼓基本功中的重要意义。介绍了槌法的用途,编辑槌法需要考虑的四项因素(声音效果,自然,省力,连手跨越),以及具体到基本功内的槌法(单击,节奏型,双击,滚奏,复合跳)。
关键词:小军鼓,槌法,基本功
前言
小军鼓基本功练习是贯穿小军鼓演奏者演奏生涯的重要部分,无论是初学者,还是职业演奏者,每天都应花费一定的时间来练习。对于不同程度的演奏者,基本功练习的侧重点也有所不同。职业演奏者更倾向于保持手感、恢复状态和进行乐曲片段的针对性练习;而对于初学者,基本功练习既是磨练功力、增长演奏水平的主要方式,同时也是完善音乐基础认识、培养良好演奏习惯、训练综合节奏能力的重要途径,而这一点恰恰经常被许多初学者所忽视。
编辑槌法是编排合适的敲击顺序的过程,可以说,正确的槌法在演奏中有着合理性,应具有对基本功练习的指导意义。
本文试图论述在小军鼓基本功练习之中,初学者可以尝试将槌法意识加入基本功练习之中,从一开始就明确敲槌顺序的合理性,以使得整个学习过程事半功倍。
本文均已“惯用手”为右手为例。
一.什么是槌法
槌法不是指演奏槌的方法,而是与钢琴演奏中的指法同意,即编排哪个音用哪个槌来敲,以及它们的顺序。需要说明的是,并不存在绝对正确的槌法,但往往会有一种或几种被广泛采用的槌法选择。
在小军鼓的演奏当中,通常情况下,两手分执一槌,右手标记为R(RIGHT,右),左手标记为L(LEFT,左)。下图,为乐队片段《波莱罗》的一种常用槌法。
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)
一般的,演奏者总是需要在练习时就确定所敲内容的槌法,避免在演奏时即兴敲击而导致失误。
二.编辑槌法需要考虑的要素
笔者认为,以下四个要素是编辑槌法时着重应该考虑的因素。
1.保证声音效果
2.自然
3.省时省力
4.连手和跨越
下面笔者分析一下这些因素
1.保证声音效果
不管使用何种槌法,演奏者应尽可能实现最佳的声音效果。
如上图,在如此低速下,演奏者有能力使每个音符发出的声音完全相同,因此可以使用单手演奏来确保这一要求。一般情况下,惯用手总是会比非惯用手更强壮,动作更精密,稳定性更高。演奏者应该尽可能使用惯用手演奏,来达到统一的声音效果。
2.自然
当速度加快,演奏者无法用单手来演奏时,会普遍地使用两手交替的自然敲法。
左右手交替演奏是小军鼓演奏的基础槌法,就像人体双脚交替走路是所有跑步、跳远、弹跳、足球等足类运动的基础一样。所有节奏型均可看成在最小音符单位的覆盖下,也就是节奏底型的增减。
如图所示,以一拍内十六分音符为最小单位的节奏底型,那么下面的四个节奏型:前八后十六、切分、第一个十六分休止后三个十六,以及前十六后八,均可看成是“一拍四个十六分音符的节奏型省略了其中的一个十六分音符”,省略的那个音符所对应的槌空过去,其余音符仍按原本一拍四个十六分音符下的槌法来演奏。那么,通过这样的方式,我们基本可以得出各种节奏型在常规情况下的自然槌法。这样的好处是整体的节奏与槌法框架维持不变,变换节奏型可以做到在槌法上无缝连接,演奏时会更加顺畅,不会因连槌或耽误时值而导致重拍的易位。
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)
值得注意的是,节奏底型是奇数连音的情况(如5连音,7连音等),属于进阶的练习内容,不在本文的讨论范围之内。
初学者常有的误区是认为完全按照左右手交替演奏是比较自然的,实际上这样的演奏方式反而可能破坏律动,影响节奏的准确性。
3 .省时省力
当速度快到一定程度,或需要长时间连续演奏时,演奏者还要考虑到自身耐力以及控制力的衰减,因此使用更为轻便的槌法有利于我们维持整体演奏水准。
如上图所示,演奏者可以选择单击敲法或双跳敲法,取决于音乐的速度。在高速下,演奏者应倾向于使用更轻便的技法(双击,滚奏等等),以拓展所能达到的演奏效果。
4.连手和跨越
当演奏出现了局部变化敲击点或者持续的重音变化,演奏者可选择使用单一手来保持变化,以避免自然槌法在这种情况会产生的混乱。
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)
如上图所示,高音音符在此处可以代表临时敲击其他乐器、同一鼓改变敲击点、短暂的连续重音等变化。演奏者使用同一只手可最大程度保持演奏状态的稳定,使用自然槌法反而会影响到这一点。
因此,结合以上4点,一段槌法可以按如下逻辑优先级进行编辑:
1.使用单手敲击,追求统一的音响效果
2.如果节奏型密集速度快,使用两手交替自然槌法
3.如果太费时费力,则使用更便捷的演奏技巧(双跳、滚奏等)
4.如果有其他的变化(密集重音,敲击点位,换鼓等),可选择连手和跨越
三.槌法意识带入基本功练习的意义
我们可以看到,影响槌法编辑的四个要素都与基本功有着直接的关系。“声音效果”取决于单次演奏的质量,“自然槌法”、“省时省力”及”连手和跨越”取决于基本功的熟练度。
实际上,这些要素也分别对应了小鼓基本功的几项主要内容:
声音效果——单击
自然槌法——单击,常规节奏训练
省时省力——双跳,滚奏
连手跨越——复合跳
由此可见,基本功的熟练度决定了演奏者可选择槌法的广度。因此,反过来将槌法意识融入到基本功练习,以槌法的合理性来确立基本功的正确性,进一步加深练习基本功的效率,使得练习者在面对练习曲和乐曲之前,已经初步认识并掌握这四项因素对槌法的影响,则会大大提高基本功的练习效果。再遇到新的乐曲片段时,练习者可借助自己的理解,根据已有的知识初步编排槌法,而不只依赖于老师的规定指导,这将有助于加快整体学习的进度。
并且,基本功内容通常使用自然槌法,在节奏底型的框架内,通过练习各种节奏型了解不同节拍的律动,强化节奏感的形成,对于练习者有着重要的意义。
四.槌法意识与基本功练习相结合
本文不探究具体的技巧,仅讨论敲击与槌法的关联。
1.单击基本练习
![](data:image/png;base64,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)
以右手为正拍的自然槌法。
这个节奏应该是每个小军鼓演奏者从最初开始进行的练习,单从技巧来说是很简单的。但从槌法意识的角度,意识到“RLRL”已经包含了最基本的槌法,是不容易的,可以把它理解成“在白纸上写字”和“在稿纸上写字”(也就是节奏底型),很多练习者往往练习几个月甚至一年以后才会形成这样的认识。可以说,这是从0到1的区别,是我们的练习中非常重要的一步。
把反映速度的“拍子”和反映音型的“节奏”混淆,是初学者容易遇到的困难。在单击练习中,演奏者需要保持清醒的头脑,始终明确正拍的敲击点落在右手上,建立起稳定的正拍感。
有了正拍感,就很容易掌握单击练习中的节奏。
如下图所示,在以最下行十六分音符为节奏底型的框架下,一小节分别敲“1”、“2”、”4”、”8”下的练习。
![](data:image/png;base64,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)
以左手为正拍的自然槌法
在熟悉了右手为正拍的槌法之后,练习左手为正拍的槌法,目的有二:平衡左右手匀度、为左右手交替敲正拍的槌法做准备。
交替正拍的槌法
如每拍中的音符数为奇数,则会导致敲在正拍上的槌在每一拍都发生交替。此项的难点是重拍交替容易导致敲“晃”。
![](data:image/png;base64,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)
总结单击练习中的槌法,非常重要的是以十六分音符为节奏底型的概念(小拍子),并在练习中加以巩固,之后节奏型练习中的节奏感十分依赖于此时打下的意识基础。
(注:小拍子,如在2/4拍中,以四分音符为一拍,一小节有2拍,每拍以4个十六分音符为节奏底型,每个十六分音符记1小拍,即1拍中有4小拍。)
2.单击节奏练习
单击与各种节奏相结合的练习。在“单击基础练习”的基础上,加入各种节奏型,主要目的是锻炼演奏者拍子的稳定,以及节奏型的精确。在本项练习中,以十六分音符为节奏底型,可对照各种节奏在小拍子中的位置。
2/4拍节奏音型例子:
6/8拍节奏音型例子:
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)
可以看到,节奏型的每个音符和底下一行标注的节奏底型是对应的。(第一小节八分音符标注的槌法与下面的节奏底型不一致,是遵循了编辑槌法要素中,速度变快时,使用两手交替自然槌法的逻辑)
遇到不同的节奏型组合到一起,遵循节奏底型编辑槌法,可以快速上手,保证基本的演奏质量。如下图
![](data:image/png;base64,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)
3.双击练习
双击是一次落锤过程中完成两次敲击的一种演奏技巧,也称作开放滚奏。针对双击的练习,可以以上述第2节为模版,一小节单击、一小节双击交替敲击来进行。
如图所示,划横线的表明需抬腕落锤的动作,可以看到,双击与单击在落锤次数上是统一的,因此练习者使用双击时需先算好落锤次数,保证演奏双击的时值清晰明确。
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)
4.滚奏练习
滚奏本文指密集滚奏,是一次落锤中通过对鼓槌施加压力形成多次密集敲击的一种演奏技巧。滚奏的练习方式与单击一致,即前一小节八分音符单击,后一小节十六分音符滚奏,落锤次数与十六分音符一致。
在单次滚奏的技巧熟练之后,演奏者关注的内容应放在,在乐曲具体时值下,多长的滚奏最为合适?一拍4下(十六音符)还是一拍6下(六连音)?应根据具体的速度时值,做出不同的调整。
演奏好双击(开放滚奏)与滚奏(密集滚奏)实际需要考虑的最重要问题便是在不同速度下应该使用几连音落锤,明确滚奏等值的单击是几连音,有助于演奏滚奏时更加均匀清楚。
5.复合跳练习
一般而言,演奏十六分音符不会用到复合跳这样的槌法,通常使用单击(RLRL)或者双击(RRLL),复合跳更适合在敲击位置发生变化时选用。
结论
回过头再看文章开头举例的波莱罗片段。
第一小节前两拍的节奏,因其属于6连音的节奏底型,因此按照自然的槌法,得出槌法R(LR)LRL,括号中的是空掉的两个小拍。
第一小节第三拍的八分音符,常时应该用左右交替的槌法(RL),但此处在速度不快,乐手有余力可以做到的情况下,使用(RR)来提高声音质量。
第二小节前两拍同第一小节,第三拍为六连音,与节奏底型一致。
综上所述,基本功是在学习任何乐器的过程中都是最为重要的内容。小军鼓作为是打击乐中比重非常重的一件核心乐器,可以说,练好小军鼓就可以训练出良好的节奏感。槌法,因其在编排敲击顺序中的合理性原则,对实际演奏有着规范性意义。因此,将槌法意识加入在练习小军鼓基本功当中,尽早确立速度与节拍的概念,掌握自然的律动,有助于练习者形成以节奏底型为基础的小拍节奏感,促进视谱能力的提升,对在乐曲中编辑槌法有着更深的认识。